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August 19, 2026Open Access

Quantum Field Theory as Partial Closure Gauge Fibers, Reclosure, Scale Dependence, Asymptotic States, and the Limits of Particle Ontolo

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Authors

PLPhilip LilienUniversity Foundation

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Implication

Theoretical analysis demonstrates a partial closure framework across quantum field theory, suggesting that diverse quantum phenomena emerge from context-relative structural stabilization.

Key Points

  • To determine whether disparate quantum field theory structures, such as gauge symmetry, entanglement, and scale dependence, can be unified under a formal representation of partial closure.
  • Developed mathematical definitions for partial closure and reclosure using context-dependent stabilization and a future-distinguishability criterion for field fibers.
  • Tested the framework on restricted theory spaces, including one-generation hypercharge derivations via anomaly cancellation and minimal representation reconstructions.
  • Established the Typed Quantum Partial Closure Representation Theorem, unifying interference, noncommuting observables, gauge quotients, and effective field scale dependence.
  • Demonstrated that Yukawa invariance combined with anomaly cancellation constraints strictly fixes relative hypercharges within the partial closure formalism.

Cite This Study

Philip Lilien (2026) studied this question.

synapsesocial.com/papers/6a8563ae03308d306e2d7069https://doi.org/10.5281/zenodo.21985730
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  4. 4Closure Physics: A Framework for a Unified Physical Theory of Everything2026
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